In the foreword to the first edition of the well-known “Mathematical Principles of Natural Philosophy” the great physicist, Sir Isaac Newton wrote, in particular, that it would be desirable to extend the harmonious principles of mechanics to other natural phenomena. Since then, there were some attempts to identify certain analogies to mechanics in a number of separate sciences. However in a broad sense, the wish of Newton remained unrealized.
Today, with the advent of the concept Ring Determinism, we at last, have an opportunity to generalize the mechanics of Newton over a wide range of phenomena.
Let’s start with the First law of Newton, which states: In the absence of external influences, a material body remains in a condition of rest or continues in uniform and rectilinear movement through inertia. This law is also known as “the law of inertia”. And what is inertia? As a matter of fact, it describes the ability of a body to preserve the initial parameters of its own motion.
The formula of the Newton’s second law is: F = m a, where F = the size of the external force, m = size of inert mass, a = size of the...
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